We prove an extension of a result due to Allcock and Vaaler from 2009. In the main theorem we show that an idèle group associated to Q-bar is naturally dense in a Banach algebra normed by the Weil height. We establish bounds for the dynamics of generic idèlic points of a field modulo the diagonally-embedded multiplicative groups of the associated fields.Mathematic
In this thesis we study discrete dynamical system, given by a polynomial, over both finite extension...
ince the Galois absolute group G=Gal (Q/Q) does not act continuously on Q, the usual topology of C c...
25 pagesWe study several distinguished function algebras on a Polish group $G$, under the assumption...
We prove an extension of a result due to Allcock and Vaaler from 2009. In the main theorem we show t...
We prove the positive characteristic version of the Dynamical Mordell-Lang Conjecture in two novel c...
Abstract. Suppose A and B are linear operators on a Banach space, B is bounded and A generates a bou...
We study multiplier algebras for a large class of Banach algebras which contains the group algebra L...
International audienceLet V be an algebraic subvariety of a torus and denote by V^* the complement i...
18 pagesThe theory of quasimultipliers in Banach algebras is developed in order to provide a mechani...
We investigate pseudodifferential operators on arbitrary locally compact abelian groups. As symbol c...
AbstractLetGbe a locally compact group. In this paper we study moduli of products of elements and of...
We investigate pseudodifferential operators on arbitrary locally compact abelian groups. As...
Let $K$ be a number field or the function field of a curve over an algebraically closed field of cha...
Author's work "Dynamical theory of groups and fields" was published in Relativitié, groupes et topol...
AbstractGiven a real algebraic number field K we consider the following possible properties of a mul...
In this thesis we study discrete dynamical system, given by a polynomial, over both finite extension...
ince the Galois absolute group G=Gal (Q/Q) does not act continuously on Q, the usual topology of C c...
25 pagesWe study several distinguished function algebras on a Polish group $G$, under the assumption...
We prove an extension of a result due to Allcock and Vaaler from 2009. In the main theorem we show t...
We prove the positive characteristic version of the Dynamical Mordell-Lang Conjecture in two novel c...
Abstract. Suppose A and B are linear operators on a Banach space, B is bounded and A generates a bou...
We study multiplier algebras for a large class of Banach algebras which contains the group algebra L...
International audienceLet V be an algebraic subvariety of a torus and denote by V^* the complement i...
18 pagesThe theory of quasimultipliers in Banach algebras is developed in order to provide a mechani...
We investigate pseudodifferential operators on arbitrary locally compact abelian groups. As symbol c...
AbstractLetGbe a locally compact group. In this paper we study moduli of products of elements and of...
We investigate pseudodifferential operators on arbitrary locally compact abelian groups. As...
Let $K$ be a number field or the function field of a curve over an algebraically closed field of cha...
Author's work "Dynamical theory of groups and fields" was published in Relativitié, groupes et topol...
AbstractGiven a real algebraic number field K we consider the following possible properties of a mul...
In this thesis we study discrete dynamical system, given by a polynomial, over both finite extension...
ince the Galois absolute group G=Gal (Q/Q) does not act continuously on Q, the usual topology of C c...
25 pagesWe study several distinguished function algebras on a Polish group $G$, under the assumption...
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